On the true extrema of Young’s modulus in hexagonal materials
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摘要
In a paper, which has been recently published in Applied Mathematics and Computations, Khan and Ahmad (2012) [1] deal with the detection of the extrema of Young’s modulus, E, in hexagonal materials.A few issues presented in that paper, which deserve being outlined and thoroughly discussed, are tackled.Moreover, in the case of hexagonal materials, a suitable classification is suggested, an exhaustive panoramic view of the possible shape of the surface E(n) generated by Young’s modulus for all possible orientations n is illustrated, and some meaningful numerical examples are proposed.
论文关键词:Classical linear elasticity,Anisotropy,Bounds on effective properties,Historical mechanics of deformable solids: reprintings of classics,Surfaces in Euclidean space
论文评审过程:Available online 7 May 2014.
论文官网地址:https://doi.org/10.1016/j.amc.2014.04.012